Recall from section  that the Stokes data
is represented by a certain matrix \( M^{(0)}_{\operatorname{diag}} =e^{\frac{2\pi  {\scriptscriptstyle \sqrt{-1}}\, }{n+1}(m+\rho )}\) . With the conventions of
[1]}, the corresponding Lie algebra element \(\frac{2\pi  {\scriptscriptstyle \sqrt{-1}}\, }{n+1}(m+\rho )\) 
is in \( \mathfrak {A} \)  (see Remark REF ); with our current conventions we have
\(\frac{1}{n+1}(m+\rho )\)  in \(A\) .
